-
applying Qj, and also that
premultiplying a
vector by Mk is the same as
premultiplying that
vector by Mi and then
premultiplying that
result with Mj, that...
- =\mathrm {i} \hbar {\frac {\partial }{\partial t}}|\psi (t)\rangle } and
premultiplying by ⟨ i | {\displaystyle \langle i|}
produces d a i ( t ) d t = − i ∫...
- {\displaystyle {\frac {dH_{\nu }}{dz}}=\alpha _{\nu }(B_{\nu }-J_{\nu })}
Premultiplying by μ {\displaystyle \mu } , and then
integrating over all
angles gives...
- t}=\mathbf {A} e^{\mathbf {A} t}=e^{\mathbf {A} t}\mathbf {A} } and by
premultiplying the
model we get e − A t x ˙ ( t ) = e − A t A x ( t ) + e − A t B u...
- _{i}c_{ji}|m_{i}\rangle =\Delta E_{j}\sum _{i}c_{ji}|m_{i}\rangle }
Premultiplying by
another unperturbed degenerate eigenket ⟨ m k | {\displaystyle \langle...
- announced, but one
could find an
effect in that quarter's data. By
premultiplying the
structural VAR with the
inverse of B0 y t = B 0 − 1 c 0 + B 0 −...
- }
Taking advantage of the
orthogonality properties by
premultiplying this
equation by [ Ψ ] T {\displaystyle {\begin{bmatrix}\Psi \end{bmatrix}}^{T}}...
- of real components.
Counterfactual propositions are “virtualized” by
premultiplying the
counterfactual values by an
operator created in the
domain of quantum...
-
vector one
position up, with a zero
appearing in the last position.
Premultiplying a
matrix A by a
lower shift matrix results in the
elements of A being...
- particular,
inserting it
after H/ℏ{\displaystyle H/\hbar } and also
premultiplying both
sides by U{\displaystyle U}, we get Uψ˙=−iℏ(UHU†)Uψ(1){\displaystyle...
